I will create monthly or quarterly variables (i.e. demand spent 1 month ago as a variable, demand spent 2 months ago as a variable). A dependent variable (next month spend or next quarter spend) is also created.
I run a regression analysis. I document the coefficients for each variable.
In the graph above, I build a curve as a function of the coefficients for each recency variable.
Then, I compare the fitted function against the most recent variable I have in the analysis. The most recent variable is assigned a weight of 100%, then each subsequent variable is assigned lesser weights (49%, 39%, 35%, 31%, etc.).
This yields the weighting scheme I use when deciding which version of an email marketing campaign to send to a customer. If a customer spent $100 on Womens merchandise last month, and $250 on Mens merchandise 36 months ago, I have to make a decision whether the customer should receive a Womens message or a Mens message.
- Womens Weight = $100 * 100% = $100.00.
- Mens Weight = $250 * 20% = $50.00.
In this example, the customer spent more on Mens merchandise, historically, but the purchase is 36 months ago, and therefore, less relevant to future activity. The customer should receive a Womens message.
Clearly, these strategies should be tested, because your mileage will vary. Regardless, in email marketing, it is important to come up with a weighting scheme, so that the most relevant messages are sent to a customer. I've yet to run across an instance, in twenty-four years, where we make a mistake by weighting older transactions as being less important than recent transactions.
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